Steam Plant Cycle Performance: Analyzing Efficiency

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The discussion focuses on analyzing the performance of a steam plant cycle in comparison to the ideal Rankine cycle, particularly through the examination of T-S diagrams. Key factors affecting the shape of the T-S diagram include irreversibilities in steam expansion and pumping losses, which lead to reduced efficiency. While friction and heat loss are acknowledged as efficiency detractors, they do not directly alter the thermodynamic cycle diagrams. A well-maintained plant minimizes these losses, but the actual cycle still differs from the ideal due to inherent inefficiencies. Understanding these differences is crucial for accurately assessing steam plant performance.
mattyboson12
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I am doing an experiment to determine the performance of a steam plant cycle and analyse it in comparison with the ideal rankine cycle.

I have a sketch of the actual and real T-S diagram for the steam plant (See attached)

I am unsure what factors cause the change in the shape of the T-S diagram. I understand that friction and heat loss will reduce the efficiency of the plant but how does this affect the shape of the graph?
 

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mattyboson12 said:
I am doing an experiment to determine the performance of a steam plant cycle and analyse it in comparison with the ideal rankine cycle.

I have a sketch of the actual and real T-S diagram for the steam plant (See attached)

I am unsure what factors cause the change in the shape of the T-S diagram. I understand that friction and heat loss will reduce the efficiency of the plant but how does this affect the shape of the graph?

In a well-designed and well-maintained plant, friction and heat losses are minimized, but these wouldn't be included in the thermodynamic cycle diagrams anyway.

The chief differences between the ideal Rankine cycle and the actual cycle are due to irreversibilities in the expansion of steam in the turbine and in the pumping losses from getting the condensate returned to the boiler to be turned back into steam. It takes more work to pump the condensate and less work is extracted from the turbine in the actual cycle than the ideal cycle.

http://en.wikipedia.org/wiki/Rankine_cycle#Real_Rankine_cycle_.28non-ideal.29
 
My idea is that I want to use immerse Whitetail Antlers in a fishtank to measure their volumetric displacement (the Boone and Crockett system is the current record measurement standard to place in a juxtaposition with) I would use some sight glass plumbed into the side of the tank to get the change in height so that I can multiply by the tank cross-section. Simple Idea. But... Is there a simple mechanical way to amplify the height in the sight glass to increase measurement precision...

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